tag:blogger.com,1999:blog-67247314549989015702024-03-13T03:45:43.314-07:00FUNDAMENTOS DE ECONOMÍA Anonymoushttp://www.blogger.com/profile/02699076134620985876noreply@blogger.comBlogger1125tag:blogger.com,1999:blog-6724731454998901570.post-4442494972800443992013-02-26T13:43:00.006-08:002013-03-05T17:18:45.723-08:00INTRODUCCION<div style="text-align: center;">
<span style="font-family: Georgia,"Times New Roman",serif;"><i><span style="color: red; font-size: large;">ASPECTOS GENERALES SOBRE LA ECONOMÍA</span></i></span></div>
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<span style="color: #0b5394;"><span style="font-family: "Courier New",Courier,monospace;"><b>En todos los países de América latina existe la influencia de los grupos oligarquías en la economía ; el Ecuador no se libra de ese fenómeno.</b></span></span><span style="color: #0b5394;"><span style="font-family: "Courier New",Courier,monospace;"><b> </b></span></span></div>
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" 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" style="height: 173px; margin-top: 0px; width: 292px;" width="400" /></a></div>
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<span style="color: #0b5394;"><span style="font-family: "Courier New",Courier,monospace;"><b>La oligarquía hace uso de las influencias política para conseguir privilegios económicos.</b></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: "Courier New",Courier,monospace;"><b>La hipótesis que quiero propones comienza planteando que el objetivo principal del banco central en la asignación del crédito de los sectores productivos de los años 70 y 80 era dirigido al fortalecimiento de los grupos eligarquicos a través de un sistema de auto prestamos.</b></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: "Courier New",Courier,monospace;"><b>Los grupos de presión conseguían que se asignen recursos crediticios en favor de sus propias empresas y proyectos e inversión. </b></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: "Courier New",Courier,monospace;"><b> </b></span></span><img class="rg_i" data-sz="f" name="E110kdbm5ihWAM:" 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" 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<span style="color: #0b5394;"><span style="font-family: "Courier New",Courier,monospace;"><b>La razón de la hipótesis es que la profunda crisis bancaria actual a resquebrajado el piso financiero sobre el que se asienta en poder ologarquico del país.</b></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: "Courier New",Courier,monospace;"><b>En sus angustia recuerda los arreglos institucionales a los que estaban acostumbrada en el pasado, y propone que el banco central vuelva asignar el crédito de los sectores productivos.</b></span></span></div>
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<span style="color: #0b5394;"><span style="font-family: "Courier New",Courier,monospace;"><b>Esto puede interpretarse con la reacción de una oligarquía que, debilitada por la crisis bancaria, intenta nuevamente encontrar un vehículo alternativo para poder seguir transformando su influencia política en privilegios económicos.</b></span></span></div>
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